7610 



Higher Plane Curves. Cubics 



7610 



Curves, 2nd and 3rd degre 



Clausen, T. Grunert Arch. 15 (1850) 345-. 

 canonical forms. Roberts, R. A . [1889] L. Mth. 



S. P. 21 (1891) 62-. 

 circum-polygons of conic, and in-polygons of 



cubic. Roberts, R. A. L. Mth. S. P. 17 



(1887) 158-. 

 parametric determination of points. Juel, C. 



Mth. A. 47 (1896) 72-. 

 tactinvariant of a conic and a cubic. Linde- 



mann, F. B. A. Ep. (1884) 647-. 

 in trilinear coordinates. Jettmar, H. von. 



Arch. Mth. Ps. 10 (1891) 13-. 



Curves, 3rd degree. 



Clausen, T. Crelle J. 11 (1834) 402- ; As. Nr. 



21 (1844) 209-. 

 Cayley, A. Liouv. J. Mth. 9 (1844) 285-; 



10 (1845) 102-. 



Chasles, M. N. A. Mth. 9 (1850) 382-. 

 Cotterill, T. Camb. and Dubl. Mth. J. 7 



(1852) 14-. 

 Bjerknes, C. A. Crelle J. 55 (1858) 310- ; 



N. Mg. Ntvd. 10 (1859) 191-. 

 Transon, (Prof.) A. N. A. Mth. 18 (1859) 



266-. 

 [Salvatore-]Dino, N. G. Mt. 1 (1863) 187-, 



334-. 

 Hunyady, J. (xn) Mag. Ak. Ets. (Mth. Term.) 



4 (1863) 19- ; 5 (1865) 66-. 

 Sartiaux, A. N. A. Mth. 6 (1867) 68-. 

 Eckardt, F. E. Z. Mth. Ps. 13 (1868) 263-. 

 Bdcklund, A. V. Stockh. Ofv. 28 (1871) 715- ; 



29 (No. 2) (1872) 109-. 

 Koehler, C. N. A. Mth. 11 (1872) 21-, 66-, 



122-. 



Schroter, H. [1872] Mth. A. 6 (1873) 85-. 

 Milinowski, . Crelle J. Mth. 78 (1874) 177-. 

 Sharp, W. J. C. QJ. Mth. 16 (1879) 186-, 



298-. 

 Folie, F.,(&Le Paige, C. [1880-81] Brux. Ac. 



Mm. 43 (1882) No. 7, 43 pp. ; Brux. Ac. Bll. 



1 (1881) 610- . 



Arcais, F. d\ Yen. I. At. 8 (1882) 673-. 

 Boije of Gennas, C. 0. Des Moines Anal. 9 



(1882) 108-. 



Franklin, F. Am. J. Mth. 5 (1882) 212-. 

 Le Paige, C. M. M. H. H. [1882] Brux. Ac. 



Bll. 4 (1882) 334- ; Prag Sb. (1882) 200- ; 



Liege S. Sc. Mm. 10 (1883) (No. 2) 103 pp. 

 Folie, F., & Le Paige, C. Brux. Ac. Mm. 45 



(1884) (No. 1) 45 pp. 

 Springer, J. F. [1889] J. H. Un. Cir. 



[9 (1889-90)] 31. 



Loud, F. H. [1891] A. Mth. 6 (1891-92) 5-. 

 Sauve, A. Em. N. Line. At. 53 (1900) 129-. 

 through 7 angular points of complete quadri- 

 lateral. Machovec, F. Casopis 16 (1887) 



113- ; Fschr. Mth. (1887) 629. 

 anharmonic property. Salmon, G. Crelle J. 



42 (1852) 274-. 

 ratio of a curve. Jamet, . Par. S. Mth. 



Bll. 15 (1887) 35-. 

 axes, determination. Mangeot, S. Par. EC. 



Norm. A. 10 (1893) 43-. 



branches, principal and secondary. Grass- 



mann, H. Gott. Nr. (1872) 505-. 

 circumscribed to complete quadrilateral . Ovidio , 



E. d\ G. Mt. 10 (1872) 16-. 

 classification. Plilcker, J. (vm) Crelle J. 10 



(1833) 98-. 

 . Cayley, A. [1864] Camb. Ph. S. T. 11 



(pt. 1) (1866) 81-. 



. Cremona, L. G. Mt. 2 (1864) 78-. 

 . Jeffery, H. M. [1878] QJ. Mth. 16 (1879) 



by nature of tangents from any point of 

 curve. Durege, H. [1871] Crelle J. 75 

 (1873) 153- ; 76 (1873) 59-. 



, Newton's. Ball, W. W. R. Bb. Mth. 



(1891) 35-. 

 through 3 collinear points, and touching pairs 



of lines. Roberts, R. A. Mess. Mth. 15 (1886) 



152-. 

 and cones, 3rd degree. Cayley, A. [1864] 



Camb. Ph. S. T. 11 (pt. 1) (1866) 129-. 

 27 conies of closest contact. Sylvester, J. J. 



Ph. Mg. 11 (1856) 463-. 

 conies touching in 3 distinct points. Hesse, 



L. 0. Crelle J. 36 (1848) 143-. 

 conjugate points, triangles, etc. Caporali, E. 



Em. E. Ac. Line. T. 1 (1877) 232-. 

 connected with isogonal triangles. Barbarin, P. 



As. Fr. C. E. (1896) (Pt. 2) 89-. 

 construction. Grave, P. Kazan Un. Mm. 



(1898) (Pt. 3) 121-, (Pt. 4) 63-, (Pts. 5 & 6) 



1-, (Pts. 7 & 8) 63-, (Pt. 9) 51-, (Pt. 10) 1-, 



(Pt. 11) 1- ; (1899) (Pt. 2) 1- ; Fschr. Mth. 



(1898) 508-. 



from conjugate points. Heger, R. Z. Mth. 

 Ps. 25 (1880) 100-. 



contact, 6-point, with conic, 27 points of. 



Steiner, J. Berl. B. (1845) 386-. 

 , 9-point. Hart, A. S. Ir. Ac. T. 25 (1875) 



559-. 

 contacts, conies in 5, cubics in 8 consecutive 



points. Salmon, G. Phil. Trans. (1858) 535-. 

 coordinates. Hermite, C. [1876] Crelle J. Mth. 



82 (1877) 343-. 

 eovariant conies and cubics of plane cubic. 



White, H. S. N. Y. Am. Mth. S. T. 1 



(1900) 1-. 



locus of vertex of pencil of tangents to cubic 

 in involution. Walker, J. J. [1881] L. Mth. 

 S. P. 13 (1881-82) 66-. 



covariants. Gordan, P. N. Y. Am. Mth. S. T. 



1 (1900) 9-. 

 curve as sum of 4 cubes. Walker, J. J. L. Mth. 



S. P. 10 (1878-79) 180-. 



of 3rd class touching in 9 points. Halphen, 

 G. H. [1880] Par. S. Mth. Bll. 9 (1881) 96-. 



as curves of involution. Weyr, E. J. Prag Sb. 

 (1877) 131-. 



and curves of 3rd class. Hesse, L. 0. Crelle 

 J. 38 (1849) 241-. 



cyclic polygons on, application of elliptic func- 

 tions. Fries, J. de. Amst. Ak. Vs. M. 7 

 (1890) 430- ; Arch. Neerl. 25 (1892) 1-. 



decomposition of curve into conic and straight 

 line. Brioschi, Fr. Em. E. Ac. Line. At. 

 3 (1876) (Pte. 2) 89-. 



3 straight lines. Thaer, A. [1878] 



Mth. A. 14 (1879) 545-. 



519 



